Abstract—We study permutations over the finite fields that have linear structures. Our main result is to show the relation between a Maiorana-McFarland function ...
Abstract: In this paper, we study permutation polynomials over the finite fields that have linear structures. We present some results on such a permutation ...
The most important result of this paper is to show the relation between a Maiorana–McFarland function with an affine derivative and a polynomial with a linear ...
Polynomials with linear structure and Maiorana-McFarland construction. Abstract: We study permutations over the finite fields that have linear structures.
In this paper, we study permutation polynomials over the finite fields that have linear structures. We present some results on such a permutation which ...
Polynomials with Linear Structure and Maiorana-McFarland ...
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We study permutations over the finite fields that have linear structures. Our main result is to show the relation between a Maiorana-McFarland function with an ...
The most important result of this paper is to show the relation between a Maiorana-McFarland function with an affine derivative and a polynomial with a linear ...
Bibliographic details on Polynomials with linear structure and Maiorana-McFarland construction.
Polynomials with linear structure and Maiorana–McFarland construction. IEEE Trans. Inf. Theory. (2011). J.F. Dillon. Elementary Hadamard difference sets. (1974).
Abstract. In this paper, we present a construction method of m-resilient Boolean functions with very high nonlinearity for low values of m.